Of or relating to the application of mathematics to physics; of or relating to applied mathematics.

Mathematics. = analytic, adj. 2a.

Applied to various principles, theorems, etc., formulated by members of the Bernoulli family (see quots.).

Mathematics. Forming part of mathematical analysis (analysis, n. 5); relating to or involving mathematical analysis; = analytical, adj. 4a.

Of or relating to the work of George Boole. Boolean algebra n. an abstract system of postulates and symbols applicable to problems in logic and the…

Pertaining to or discovered by the Swiss mathematician, J. C. F. Sturm (1803–55), esp. with reference to his researches in the theory of equations.

(rare).

Designating any of various mathematical concepts and structures introduced by or associated with Hermann Grassmann. Cf. Grassmann, n. 2.

Of or relating to number theory.

Used in the possessive and attributively to designate various concepts relating to the theory of sets and infinite numbers arising out of…

of or pertaining to Cantor or his work; having the attributes of a Cantor set.

Applied to theorems in which the behaviour in the limit of a series or function is deduced from a weaker limiting property together with some…

Used attributively to designate various concepts relating to Thiessen's method of analysing spatial distributions, esp. as Thiessen polygon n.…

attributive or as adj. Of or pertaining to intuitionism.

Of or relating to metamathematics.

Characterized by, or relating to, finitism.

= number-theoretic, adj.

of, relating to, or involving proof theory.

Characterized by formalism.

Of or pertaining to, an adherent of, mathematical constructivism (see constructivism, n. 2.

characterized by constructivism (sense 2 above).

= game-theoretic, adj.

Of or relating to game theory; forming part of game theory; governed or described by game theory. Cf. game-theoretical, adj.

Of methods, proofs, etc.: involving only a finite number of steps, a finite number of well-defined objects, and so on; capable of being completed…

relating to, based on, or employing perturbation theory.

= perturbation-theoretic adj.

Mathematics. Of a proof: showing how an entity may in principle be constructed or arrived at in a finite number of steps, without depending on the…